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    "![Finance Toolkit](https://github.com/JerBouma/FinanceToolkit/assets/46355364/198d47bd-e1b3-492d-acc4-5d9f02d1d009)\n",
    "\n",
    "**The FinanceToolkit** is an open-source toolkit in which all relevant financial ratios (100+), indicators and performance measurements are written down in the most simplistic way allowing for complete transparency of the calculation method. This allows you to not have to rely on metrics from other providers and, given a financial statement, allow for efficient manual calculations. This leads to one uniform method of calculation being applied that is available and understood by everyone."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2937a8f2",
   "metadata": {},
   "source": [
    "# Installation\n",
    "To install the FinanceToolkit it simply requires the following:\n",
    "\n",
    "```\n",
    "pip install financetoolkit -U\n",
    "```\n",
    "\n",
    "From within Python use:\n",
    "\n",
    "```python\n",
    "from financetoolkit import Toolkit\n",
    "```\n",
    " \n",
    "To be able to get started, you need to obtain an API Key from FinancialModelingPrep. This is used to gain access to 30+ years of financial statement both annually and quarterly. Note that the Free plan is limited to 250 requests each day, 5 years of data and only features companies listed on US exchanges.\n",
    "\n",
    "___ \n",
    "\n",
    "<b><div align=\"center\">Obtain an API Key from FinancialModelingPrep <a href=\"https://www.jeroenbouma.com/fmp\" target=\"_blank\">here</a>.</div></b>\n",
    "___\n",
    "\n",
    "Through the link you are able to subscribe for the free plan and also premium plans at a **15% discount**. This is an affiliate link and thus supports the project at the same time. I have chosen FinancialModelingPrep as a source as I find it to be the most transparent, reliable and at an affordable price. When you notice that data is inaccurate or have any other issue related to the data, note that I simply provide the means to access this data and I am not responsible for the accuracy of the data itself. For this, use <a href=\"https://site.financialmodelingprep.com/contact\" target=\"_blank\">their contact form</a> or provide the data yourself. \n",
    "\n",
    "The current Notebook is revolved around the Fixed Income class. If you are interested in the other modules, you can find the related Notebooks below. **Please view the documentation <a href=\"https://www.jeroenbouma.com/projects/financetoolkit/docs/fixedincome\" target=\"_blank\">here</a> to find all the available indicators.**\n",
    "\n",
    "<style>\n",
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    "\n",
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    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//getting-started\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\"\">Toolkit</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//discovery-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Discovery</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//ratios-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Ratios</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//models-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Models</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//options-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Options</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//technicals-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Technicals</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//risk-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Risk</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//performance-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Performance</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//economics-module\"  target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Economics</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//fixed-income-module\" target=\"_blank\" class=\"button button-current\" style=\"flex: 1;margin-right:5px\">Fixed income</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//portfolio-module\" target=\"_blank\" class=\"button\" style=\"flex: 1; \">Portfolio</a>\n",
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  {
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   "id": "11269a00",
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   "source": [
    "from financetoolkit import FixedIncome"
   ]
  },
  {
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   "id": "a3f7fc24",
   "metadata": {},
   "source": [
    "The Fixed Income module contains a wide variety of fixed income related calculations such as the Effective Yield and the Macaulay Duration. You can use the Fixed income class by importing it directly or after initialization of `Toolkit` by calling the `fixedincome` class. In this example, the class is imported directly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "be5c369f",
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   "outputs": [],
   "source": [
    "fixedincome = FixedIncome(start_date=\"2012-01-01\")"
   ]
  },
  {
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   "id": "e925d767",
   "metadata": {},
   "source": [
    "For example, it is possible to show a variety of statistics for bonds based on user-input. Below, statistics are shown for a semi-annual coupon paying bond with a par (face) value of 1000, a coupon rate of 5%, a yield to maturity of 8% and a maturity of 5 years. This shows that the present value of the bond is 878.33, trading at a discount."
   ]
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   "id": "0306da9e-d0f9-413c-aa64-c019848db89c",
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    {
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     "output_type": "stream",
     "text": [
      "2025-09-09 16:45:17 - financetoolkit - INFO - Par Value: 1,000, Coupon Rate: 5.0%, Years to Maturity: 5, Yield to Maturity: 8.0%, Frequency: 2\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Par Value              1000.0000\n",
       "Coupon Rate               0.0500\n",
       "Years to Maturity         5.0000\n",
       "Yield to Maturity         0.0800\n",
       "Frequency                 2.0000\n",
       "Present Value           878.3366\n",
       "Current Yield             0.0569\n",
       "Effective Yield           0.0506\n",
       "Macaulay's Duration       4.4994\n",
       "Modified Duration         4.3264\n",
       "Effective Duration        4.1659\n",
       "Dollar Duration          38.0001\n",
       "DV01                      0.0023\n",
       "Convexity                21.6990\n",
       "dtype: float64"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fixedincome.collect_bond_statistics(\n",
    "    par_value=1000,\n",
    "    coupon_rate=0.05,\n",
    "    years_to_maturity=5,\n",
    "    yield_to_maturity=0.08,\n",
    "    frequency=2,\n",
    ")"
   ]
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    "Next to that it is possible to see a variety of statistics such as the Macaulay Duration, Modified Duration, Convexity, Effective Yield, Yield to Maturity and more in which by default it automatically shows the results based on a specified range, e.g. for the Duration calculations it shows the results for a varying list of coupon rates and years to maturity by default."
   ]
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  {
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   "execution_count": 4,
   "id": "aba7ce26-d35f-4bc3-8a69-52eda991d653",
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2025-09-09 16:45:17 - financetoolkit - INFO - Par Value: 100, Yield to Maturity: 8.0%, Frequency: 1, Type: Modified Duration\n"
     ]
    },
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       "    <tr>\n",
       "      <th>0.115</th>\n",
       "      <td>0.93</td>\n",
       "      <td>1.76</td>\n",
       "      <td>2.51</td>\n",
       "      <td>3.20</td>\n",
       "      <td>3.83</td>\n",
       "      <td>4.40</td>\n",
       "      <td>4.93</td>\n",
       "      <td>5.42</td>\n",
       "      <td>5.87</td>\n",
       "      <td>6.29</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.120</th>\n",
       "      <td>0.93</td>\n",
       "      <td>1.76</td>\n",
       "      <td>2.50</td>\n",
       "      <td>3.19</td>\n",
       "      <td>3.81</td>\n",
       "      <td>4.37</td>\n",
       "      <td>4.90</td>\n",
       "      <td>5.38</td>\n",
       "      <td>5.83</td>\n",
       "      <td>6.24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.125</th>\n",
       "      <td>0.93</td>\n",
       "      <td>1.75</td>\n",
       "      <td>2.50</td>\n",
       "      <td>3.17</td>\n",
       "      <td>3.79</td>\n",
       "      <td>4.35</td>\n",
       "      <td>4.87</td>\n",
       "      <td>5.35</td>\n",
       "      <td>5.79</td>\n",
       "      <td>6.20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.130</th>\n",
       "      <td>0.93</td>\n",
       "      <td>1.75</td>\n",
       "      <td>2.49</td>\n",
       "      <td>3.16</td>\n",
       "      <td>3.77</td>\n",
       "      <td>4.32</td>\n",
       "      <td>4.84</td>\n",
       "      <td>5.31</td>\n",
       "      <td>5.75</td>\n",
       "      <td>6.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.135</th>\n",
       "      <td>0.93</td>\n",
       "      <td>1.75</td>\n",
       "      <td>2.48</td>\n",
       "      <td>3.14</td>\n",
       "      <td>3.75</td>\n",
       "      <td>4.30</td>\n",
       "      <td>4.81</td>\n",
       "      <td>5.28</td>\n",
       "      <td>5.71</td>\n",
       "      <td>6.12</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.140</th>\n",
       "      <td>0.93</td>\n",
       "      <td>1.74</td>\n",
       "      <td>2.47</td>\n",
       "      <td>3.13</td>\n",
       "      <td>3.73</td>\n",
       "      <td>4.28</td>\n",
       "      <td>4.78</td>\n",
       "      <td>5.25</td>\n",
       "      <td>5.68</td>\n",
       "      <td>6.08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.145</th>\n",
       "      <td>0.93</td>\n",
       "      <td>1.74</td>\n",
       "      <td>2.47</td>\n",
       "      <td>3.12</td>\n",
       "      <td>3.71</td>\n",
       "      <td>4.26</td>\n",
       "      <td>4.75</td>\n",
       "      <td>5.22</td>\n",
       "      <td>5.64</td>\n",
       "      <td>6.04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.150</th>\n",
       "      <td>0.93</td>\n",
       "      <td>1.74</td>\n",
       "      <td>2.46</td>\n",
       "      <td>3.11</td>\n",
       "      <td>3.70</td>\n",
       "      <td>4.23</td>\n",
       "      <td>4.73</td>\n",
       "      <td>5.19</td>\n",
       "      <td>5.61</td>\n",
       "      <td>6.01</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             2026-09-09  2027-09-09  2028-09-08  2029-09-08  2030-09-08  \\\n",
       "Coupon Rate                                                               \n",
       "0.005              0.93        1.85        2.76        3.67        4.57   \n",
       "0.010              0.93        1.84        2.75        3.64        4.52   \n",
       "0.015              0.93        1.84        2.73        3.61        4.47   \n",
       "0.020              0.93        1.83        2.72        3.58        4.42   \n",
       "0.025              0.93        1.83        2.70        3.55        4.37   \n",
       "0.030              0.93        1.82        2.69        3.53        4.33   \n",
       "0.035              0.93        1.82        2.68        3.50        4.29   \n",
       "0.040              0.93        1.81        2.67        3.48        4.25   \n",
       "0.045              0.93        1.81        2.65        3.45        4.21   \n",
       "0.050              0.93        1.81        2.64        3.43        4.18   \n",
       "0.055              0.93        1.80        2.63        3.41        4.14   \n",
       "0.060              0.93        1.80        2.62        3.39        4.11   \n",
       "0.065              0.93        1.79        2.61        3.37        4.08   \n",
       "0.070              0.93        1.79        2.60        3.35        4.05   \n",
       "0.075              0.93        1.79        2.59        3.33        4.02   \n",
       "0.080              0.93        1.78        2.58        3.31        3.99   \n",
       "0.085              0.93        1.78        2.57        3.29        3.97   \n",
       "0.090              0.93        1.78        2.56        3.28        3.94   \n",
       "0.095              0.93        1.77        2.55        3.26        3.92   \n",
       "0.100              0.93        1.77        2.54        3.24        3.89   \n",
       "0.105              0.93        1.77        2.53        3.23        3.87   \n",
       "0.110              0.93        1.76        2.52        3.21        3.85   \n",
       "0.115              0.93        1.76        2.51        3.20        3.83   \n",
       "0.120              0.93        1.76        2.50        3.19        3.81   \n",
       "0.125              0.93        1.75        2.50        3.17        3.79   \n",
       "0.130              0.93        1.75        2.49        3.16        3.77   \n",
       "0.135              0.93        1.75        2.48        3.14        3.75   \n",
       "0.140              0.93        1.74        2.47        3.13        3.73   \n",
       "0.145              0.93        1.74        2.47        3.12        3.71   \n",
       "0.150              0.93        1.74        2.46        3.11        3.70   \n",
       "\n",
       "             2031-09-08  2032-09-07  2033-09-07  2034-09-07  2035-09-07  \n",
       "Coupon Rate                                                              \n",
       "0.005              5.47        6.35        7.22        8.09        8.94  \n",
       "0.010              5.38        6.23        7.06        7.87        8.66  \n",
       "0.015              5.31        6.12        6.91        7.67        8.41  \n",
       "0.020              5.23        6.02        6.77        7.50        8.19  \n",
       "0.025              5.16        5.92        6.65        7.34        8.00  \n",
       "0.030              5.10        5.84        6.53        7.20        7.82  \n",
       "0.035              5.04        5.75        6.43        7.06        7.66  \n",
       "0.040              4.98        5.68        6.33        6.94        7.52  \n",
       "0.045              4.93        5.60        6.24        6.83        7.39  \n",
       "0.050              4.88        5.54        6.15        6.73        7.26  \n",
       "0.055              4.83        5.47        6.07        6.63        7.15  \n",
       "0.060              4.78        5.41        6.00        6.55        7.05  \n",
       "0.065              4.74        5.36        5.93        6.46        6.96  \n",
       "0.070              4.70        5.30        5.87        6.39        6.87  \n",
       "0.075              4.66        5.25        5.80        6.31        6.79  \n",
       "0.080              4.62        5.21        5.75        6.25        6.71  \n",
       "0.085              4.59        5.16        5.69        6.18        6.64  \n",
       "0.090              4.55        5.12        5.64        6.12        6.57  \n",
       "0.095              4.52        5.08        5.59        6.07        6.51  \n",
       "0.100              4.49        5.04        5.55        6.01        6.45  \n",
       "0.105              4.46        5.00        5.50        5.96        6.39  \n",
       "0.110              4.43        4.97        5.46        5.92        6.34  \n",
       "0.115              4.40        4.93        5.42        5.87        6.29  \n",
       "0.120              4.37        4.90        5.38        5.83        6.24  \n",
       "0.125              4.35        4.87        5.35        5.79        6.20  \n",
       "0.130              4.32        4.84        5.31        5.75        6.16  \n",
       "0.135              4.30        4.81        5.28        5.71        6.12  \n",
       "0.140              4.28        4.78        5.25        5.68        6.08  \n",
       "0.145              4.26        4.75        5.22        5.64        6.04  \n",
       "0.150              4.23        4.73        5.19        5.61        6.01  "
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fixedincome.get_duration()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61379421",
   "metadata": {},
   "source": [
    "It is also possible to valuate derivative contracts with the Black and Bachelier models. For example, you can use both models to valuate a Swaption contract which is a contract that gives the holder the right but not the obligation to enter into an interest rate swap"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "6df518d0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2025-09-09 16:45:17 - financetoolkit - INFO - Forward Rate: 3.25%, Volatility: 20.0%, Risk Free Rate: 2.0%, Holder: Receiver, Notional: 10,000,000, Model: Bachelier Model\n"
     ]
    },
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>2026-09-09</th>\n",
       "      <th>2027-09-09</th>\n",
       "      <th>2028-09-08</th>\n",
       "      <th>2029-09-08</th>\n",
       "      <th>2030-09-08</th>\n",
       "      <th>2031-09-08</th>\n",
       "      <th>2032-09-07</th>\n",
       "      <th>2033-09-07</th>\n",
       "      <th>2034-09-07</th>\n",
       "      <th>2035-09-07</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Strike Rate</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0.0075</th>\n",
       "      <td>665662.65</td>\n",
       "      <td>968268.25</td>\n",
       "      <td>1187163.82</td>\n",
       "      <td>1360567.19</td>\n",
       "      <td>1503759.33</td>\n",
       "      <td>1624797.71</td>\n",
       "      <td>1728596.89</td>\n",
       "      <td>1818442.33</td>\n",
       "      <td>1896674.13</td>\n",
       "      <td>1965038.52</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0125</th>\n",
       "      <td>687972.69</td>\n",
       "      <td>990765.05</td>\n",
       "      <td>1209488.65</td>\n",
       "      <td>1382609.89</td>\n",
       "      <td>1525472.59</td>\n",
       "      <td>1646158.47</td>\n",
       "      <td>1749593.71</td>\n",
       "      <td>1839070.02</td>\n",
       "      <td>1916931.24</td>\n",
       "      <td>1984925.91</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0175</th>\n",
       "      <td>710769.07</td>\n",
       "      <td>1013599.79</td>\n",
       "      <td>1232084.17</td>\n",
       "      <td>1404882.47</td>\n",
       "      <td>1547387.43</td>\n",
       "      <td>1667699.65</td>\n",
       "      <td>1770754.27</td>\n",
       "      <td>1859847.86</td>\n",
       "      <td>1937327.12</td>\n",
       "      <td>2004942.35</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0225</th>\n",
       "      <td>734052.86</td>\n",
       "      <td>1036772.83</td>\n",
       "      <td>1254950.57</td>\n",
       "      <td>1427385.06</td>\n",
       "      <td>1569503.96</td>\n",
       "      <td>1689421.30</td>\n",
       "      <td>1792078.62</td>\n",
       "      <td>1880775.88</td>\n",
       "      <td>1957861.79</td>\n",
       "      <td>2025087.87</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0275</th>\n",
       "      <td>757824.81</td>\n",
       "      <td>1060284.44</td>\n",
       "      <td>1278088.00</td>\n",
       "      <td>1450117.74</td>\n",
       "      <td>1591822.22</td>\n",
       "      <td>1711323.48</td>\n",
       "      <td>1813566.79</td>\n",
       "      <td>1901854.12</td>\n",
       "      <td>1978535.28</td>\n",
       "      <td>2045362.48</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0325</th>\n",
       "      <td>782085.39</td>\n",
       "      <td>1084134.79</td>\n",
       "      <td>1301496.55</td>\n",
       "      <td>1473080.56</td>\n",
       "      <td>1614342.26</td>\n",
       "      <td>1733406.21</td>\n",
       "      <td>1835218.82</td>\n",
       "      <td>1923082.60</td>\n",
       "      <td>1999347.62</td>\n",
       "      <td>2065766.19</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0375</th>\n",
       "      <td>806834.74</td>\n",
       "      <td>1108323.91</td>\n",
       "      <td>1325176.23</td>\n",
       "      <td>1496273.55</td>\n",
       "      <td>1637064.09</td>\n",
       "      <td>1755669.50</td>\n",
       "      <td>1857034.70</td>\n",
       "      <td>1944461.31</td>\n",
       "      <td>2020298.79</td>\n",
       "      <td>2086299.01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0425</th>\n",
       "      <td>832072.72</td>\n",
       "      <td>1132851.77</td>\n",
       "      <td>1349127.03</td>\n",
       "      <td>1519696.69</td>\n",
       "      <td>1659987.70</td>\n",
       "      <td>1778113.35</td>\n",
       "      <td>1879014.44</td>\n",
       "      <td>1965990.26</td>\n",
       "      <td>2041388.81</td>\n",
       "      <td>2106960.94</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0475</th>\n",
       "      <td>857798.87</td>\n",
       "      <td>1157718.20</td>\n",
       "      <td>1373348.85</td>\n",
       "      <td>1543349.93</td>\n",
       "      <td>1683113.05</td>\n",
       "      <td>1800737.72</td>\n",
       "      <td>1901158.00</td>\n",
       "      <td>1987669.43</td>\n",
       "      <td>2062617.65</td>\n",
       "      <td>2127751.97</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0525</th>\n",
       "      <td>884012.43</td>\n",
       "      <td>1182922.94</td>\n",
       "      <td>1397841.56</td>\n",
       "      <td>1567233.16</td>\n",
       "      <td>1706440.07</td>\n",
       "      <td>1823542.56</td>\n",
       "      <td>1923465.36</td>\n",
       "      <td>2009498.78</td>\n",
       "      <td>2083985.28</td>\n",
       "      <td>2148672.06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0575</th>\n",
       "      <td>910712.32</td>\n",
       "      <td>1208465.61</td>\n",
       "      <td>1422604.96</td>\n",
       "      <td>1591346.28</td>\n",
       "      <td>1729968.69</td>\n",
       "      <td>1846527.82</td>\n",
       "      <td>1945936.45</td>\n",
       "      <td>2031478.28</td>\n",
       "      <td>2105491.69</td>\n",
       "      <td>2169721.20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0625</th>\n",
       "      <td>937897.19</td>\n",
       "      <td>1234345.75</td>\n",
       "      <td>1447638.79</td>\n",
       "      <td>1615689.11</td>\n",
       "      <td>1753698.78</td>\n",
       "      <td>1869693.40</td>\n",
       "      <td>1968571.22</td>\n",
       "      <td>2053607.87</td>\n",
       "      <td>2127136.81</td>\n",
       "      <td>2190899.35</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0675</th>\n",
       "      <td>965565.37</td>\n",
       "      <td>1260562.77</td>\n",
       "      <td>1472942.75</td>\n",
       "      <td>1640261.46</td>\n",
       "      <td>1777630.21</td>\n",
       "      <td>1893039.21</td>\n",
       "      <td>1991369.59</td>\n",
       "      <td>2075887.49</td>\n",
       "      <td>2148920.61</td>\n",
       "      <td>2212206.47</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0725</th>\n",
       "      <td>993714.90</td>\n",
       "      <td>1287115.99</td>\n",
       "      <td>1498516.47</td>\n",
       "      <td>1665063.10</td>\n",
       "      <td>1801762.81</td>\n",
       "      <td>1916565.11</td>\n",
       "      <td>2014331.45</td>\n",
       "      <td>2098317.06</td>\n",
       "      <td>2170843.01</td>\n",
       "      <td>2233642.50</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0775</th>\n",
       "      <td>1022343.53</td>\n",
       "      <td>1314004.62</td>\n",
       "      <td>1524359.53</td>\n",
       "      <td>1690093.76</td>\n",
       "      <td>1826096.40</td>\n",
       "      <td>1940270.98</td>\n",
       "      <td>2037456.71</td>\n",
       "      <td>2120896.50</td>\n",
       "      <td>2192903.95</td>\n",
       "      <td>2255207.38</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0825</th>\n",
       "      <td>1051448.72</td>\n",
       "      <td>1341227.78</td>\n",
       "      <td>1550471.45</td>\n",
       "      <td>1715353.13</td>\n",
       "      <td>1850630.76</td>\n",
       "      <td>1964156.65</td>\n",
       "      <td>2060745.23</td>\n",
       "      <td>2143625.70</td>\n",
       "      <td>2215103.33</td>\n",
       "      <td>2276901.04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0875</th>\n",
       "      <td>1081027.66</td>\n",
       "      <td>1368784.46</td>\n",
       "      <td>1576851.70</td>\n",
       "      <td>1740840.87</td>\n",
       "      <td>1875365.65</td>\n",
       "      <td>1988221.94</td>\n",
       "      <td>2084196.88</td>\n",
       "      <td>2166504.56</td>\n",
       "      <td>2237441.09</td>\n",
       "      <td>2298723.41</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0925</th>\n",
       "      <td>1111077.24</td>\n",
       "      <td>1396673.59</td>\n",
       "      <td>1603499.69</td>\n",
       "      <td>1766556.62</td>\n",
       "      <td>1900300.81</td>\n",
       "      <td>2012466.66</td>\n",
       "      <td>2107811.50</td>\n",
       "      <td>2189532.94</td>\n",
       "      <td>2259917.10</td>\n",
       "      <td>2320674.40</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.0975</th>\n",
       "      <td>1141594.09</td>\n",
       "      <td>1424893.96</td>\n",
       "      <td>1630414.79</td>\n",
       "      <td>1792499.95</td>\n",
       "      <td>1925435.96</td>\n",
       "      <td>2036890.60</td>\n",
       "      <td>2131588.93</td>\n",
       "      <td>2212710.73</td>\n",
       "      <td>2282531.26</td>\n",
       "      <td>2342753.92</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.1025</th>\n",
       "      <td>1172574.57</td>\n",
       "      <td>1453444.28</td>\n",
       "      <td>1657596.30</td>\n",
       "      <td>1818670.44</td>\n",
       "      <td>1950770.77</td>\n",
       "      <td>2061493.51</td>\n",
       "      <td>2155528.99</td>\n",
       "      <td>2236037.77</td>\n",
       "      <td>2305283.45</td>\n",
       "      <td>2364961.87</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.1075</th>\n",
       "      <td>1204014.80</td>\n",
       "      <td>1482323.18</td>\n",
       "      <td>1685043.47</td>\n",
       "      <td>1845067.59</td>\n",
       "      <td>1976304.92</td>\n",
       "      <td>2086275.15</td>\n",
       "      <td>2179631.48</td>\n",
       "      <td>2259513.90</td>\n",
       "      <td>2328173.54</td>\n",
       "      <td>2387298.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.1125</th>\n",
       "      <td>1235910.62</td>\n",
       "      <td>1511529.15</td>\n",
       "      <td>1712755.50</td>\n",
       "      <td>1871690.90</td>\n",
       "      <td>2002038.04</td>\n",
       "      <td>2111235.25</td>\n",
       "      <td>2203896.18</td>\n",
       "      <td>2283138.95</td>\n",
       "      <td>2351201.40</td>\n",
       "      <td>2409762.62</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.1175</th>\n",
       "      <td>1268257.65</td>\n",
       "      <td>1541060.62</td>\n",
       "      <td>1740731.54</td>\n",
       "      <td>1898539.81</td>\n",
       "      <td>2027969.75</td>\n",
       "      <td>2136373.51</td>\n",
       "      <td>2228322.89</td>\n",
       "      <td>2306912.75</td>\n",
       "      <td>2374366.87</td>\n",
       "      <td>2432355.18</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.1225</th>\n",
       "      <td>1301051.25</td>\n",
       "      <td>1570915.92</td>\n",
       "      <td>1768970.67</td>\n",
       "      <td>1925613.76</td>\n",
       "      <td>2054099.64</td>\n",
       "      <td>2161689.65</td>\n",
       "      <td>2252911.35</td>\n",
       "      <td>2330835.11</td>\n",
       "      <td>2397669.79</td>\n",
       "      <td>2455075.69</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>0.1275</th>\n",
       "      <td>1334286.56</td>\n",
       "      <td>1601093.28</td>\n",
       "      <td>1797471.95</td>\n",
       "      <td>1952912.11</td>\n",
       "      <td>2080427.28</td>\n",
       "      <td>2187183.32</td>\n",
       "      <td>2277661.31</td>\n",
       "      <td>2354905.81</td>\n",
       "      <td>2421110.01</td>\n",
       "      <td>2477924.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             2026-09-09  2027-09-09  2028-09-08  2029-09-08  2030-09-08  \\\n",
       "Strike Rate                                                               \n",
       "0.0075        665662.65   968268.25  1187163.82  1360567.19  1503759.33   \n",
       "0.0125        687972.69   990765.05  1209488.65  1382609.89  1525472.59   \n",
       "0.0175        710769.07  1013599.79  1232084.17  1404882.47  1547387.43   \n",
       "0.0225        734052.86  1036772.83  1254950.57  1427385.06  1569503.96   \n",
       "0.0275        757824.81  1060284.44  1278088.00  1450117.74  1591822.22   \n",
       "0.0325        782085.39  1084134.79  1301496.55  1473080.56  1614342.26   \n",
       "0.0375        806834.74  1108323.91  1325176.23  1496273.55  1637064.09   \n",
       "0.0425        832072.72  1132851.77  1349127.03  1519696.69  1659987.70   \n",
       "0.0475        857798.87  1157718.20  1373348.85  1543349.93  1683113.05   \n",
       "0.0525        884012.43  1182922.94  1397841.56  1567233.16  1706440.07   \n",
       "0.0575        910712.32  1208465.61  1422604.96  1591346.28  1729968.69   \n",
       "0.0625        937897.19  1234345.75  1447638.79  1615689.11  1753698.78   \n",
       "0.0675        965565.37  1260562.77  1472942.75  1640261.46  1777630.21   \n",
       "0.0725        993714.90  1287115.99  1498516.47  1665063.10  1801762.81   \n",
       "0.0775       1022343.53  1314004.62  1524359.53  1690093.76  1826096.40   \n",
       "0.0825       1051448.72  1341227.78  1550471.45  1715353.13  1850630.76   \n",
       "0.0875       1081027.66  1368784.46  1576851.70  1740840.87  1875365.65   \n",
       "0.0925       1111077.24  1396673.59  1603499.69  1766556.62  1900300.81   \n",
       "0.0975       1141594.09  1424893.96  1630414.79  1792499.95  1925435.96   \n",
       "0.1025       1172574.57  1453444.28  1657596.30  1818670.44  1950770.77   \n",
       "0.1075       1204014.80  1482323.18  1685043.47  1845067.59  1976304.92   \n",
       "0.1125       1235910.62  1511529.15  1712755.50  1871690.90  2002038.04   \n",
       "0.1175       1268257.65  1541060.62  1740731.54  1898539.81  2027969.75   \n",
       "0.1225       1301051.25  1570915.92  1768970.67  1925613.76  2054099.64   \n",
       "0.1275       1334286.56  1601093.28  1797471.95  1952912.11  2080427.28   \n",
       "\n",
       "             2031-09-08  2032-09-07  2033-09-07  2034-09-07  2035-09-07  \n",
       "Strike Rate                                                              \n",
       "0.0075       1624797.71  1728596.89  1818442.33  1896674.13  1965038.52  \n",
       "0.0125       1646158.47  1749593.71  1839070.02  1916931.24  1984925.91  \n",
       "0.0175       1667699.65  1770754.27  1859847.86  1937327.12  2004942.35  \n",
       "0.0225       1689421.30  1792078.62  1880775.88  1957861.79  2025087.87  \n",
       "0.0275       1711323.48  1813566.79  1901854.12  1978535.28  2045362.48  \n",
       "0.0325       1733406.21  1835218.82  1923082.60  1999347.62  2065766.19  \n",
       "0.0375       1755669.50  1857034.70  1944461.31  2020298.79  2086299.01  \n",
       "0.0425       1778113.35  1879014.44  1965990.26  2041388.81  2106960.94  \n",
       "0.0475       1800737.72  1901158.00  1987669.43  2062617.65  2127751.97  \n",
       "0.0525       1823542.56  1923465.36  2009498.78  2083985.28  2148672.06  \n",
       "0.0575       1846527.82  1945936.45  2031478.28  2105491.69  2169721.20  \n",
       "0.0625       1869693.40  1968571.22  2053607.87  2127136.81  2190899.35  \n",
       "0.0675       1893039.21  1991369.59  2075887.49  2148920.61  2212206.47  \n",
       "0.0725       1916565.11  2014331.45  2098317.06  2170843.01  2233642.50  \n",
       "0.0775       1940270.98  2037456.71  2120896.50  2192903.95  2255207.38  \n",
       "0.0825       1964156.65  2060745.23  2143625.70  2215103.33  2276901.04  \n",
       "0.0875       1988221.94  2084196.88  2166504.56  2237441.09  2298723.41  \n",
       "0.0925       2012466.66  2107811.50  2189532.94  2259917.10  2320674.40  \n",
       "0.0975       2036890.60  2131588.93  2212710.73  2282531.26  2342753.92  \n",
       "0.1025       2061493.51  2155528.99  2236037.77  2305283.45  2364961.87  \n",
       "0.1075       2086275.15  2179631.48  2259513.90  2328173.54  2387298.14  \n",
       "0.1125       2111235.25  2203896.18  2283138.95  2351201.40  2409762.62  \n",
       "0.1175       2136373.51  2228322.89  2306912.75  2374366.87  2432355.18  \n",
       "0.1225       2161689.65  2252911.35  2330835.11  2397669.79  2455075.69  \n",
       "0.1275       2187183.32  2277661.31  2354905.81  2421110.01  2477924.00  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fixedincome.get_derivative_price(\n",
    "    model=\"bachelier\",\n",
    "    forward_rate=0.0325,\n",
    "    volatility=0.20,\n",
    "    risk_free_rate=0.02,\n",
    "    notional=10_000_000,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f441c4a6",
   "metadata": {},
   "source": [
    "The underlying interest rate swap uses benchmark rates such as the Secured Overnight Financing Rate (SOFR) or Euro Interbank Offered Rate (EURIBOR). Both of these rates are available but as an example, below shows the Euribor rates for different maturities."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "70ffb458",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>1-Month</th>\n",
       "      <th>3-Month</th>\n",
       "      <th>6-Month</th>\n",
       "      <th>12-Month</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2012-01</th>\n",
       "      <td>0.0084</td>\n",
       "      <td>0.0122</td>\n",
       "      <td>0.0150</td>\n",
       "      <td>0.0184</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-02</th>\n",
       "      <td>0.0063</td>\n",
       "      <td>0.0105</td>\n",
       "      <td>0.0135</td>\n",
       "      <td>0.0168</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-03</th>\n",
       "      <td>0.0047</td>\n",
       "      <td>0.0086</td>\n",
       "      <td>0.0116</td>\n",
       "      <td>0.0150</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-04</th>\n",
       "      <td>0.0041</td>\n",
       "      <td>0.0074</td>\n",
       "      <td>0.0104</td>\n",
       "      <td>0.0137</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-05</th>\n",
       "      <td>0.0039</td>\n",
       "      <td>0.0068</td>\n",
       "      <td>0.0097</td>\n",
       "      <td>0.0127</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-04</th>\n",
       "      <td>0.0224</td>\n",
       "      <td>0.0225</td>\n",
       "      <td>0.0220</td>\n",
       "      <td>0.0214</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-05</th>\n",
       "      <td>0.0210</td>\n",
       "      <td>0.0209</td>\n",
       "      <td>0.0212</td>\n",
       "      <td>0.0208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-06</th>\n",
       "      <td>0.0193</td>\n",
       "      <td>0.0198</td>\n",
       "      <td>0.0205</td>\n",
       "      <td>0.0208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-07</th>\n",
       "      <td>0.0189</td>\n",
       "      <td>0.0199</td>\n",
       "      <td>0.0206</td>\n",
       "      <td>0.0208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-08</th>\n",
       "      <td>0.0189</td>\n",
       "      <td>0.0202</td>\n",
       "      <td>0.0208</td>\n",
       "      <td>0.0211</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>164 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "         1-Month  3-Month  6-Month  12-Month\n",
       "2012-01   0.0084   0.0122   0.0150    0.0184\n",
       "2012-02   0.0063   0.0105   0.0135    0.0168\n",
       "2012-03   0.0047   0.0086   0.0116    0.0150\n",
       "2012-04   0.0041   0.0074   0.0104    0.0137\n",
       "2012-05   0.0039   0.0068   0.0097    0.0127\n",
       "...          ...      ...      ...       ...\n",
       "2025-04   0.0224   0.0225   0.0220    0.0214\n",
       "2025-05   0.0210   0.0209   0.0212    0.0208\n",
       "2025-06   0.0193   0.0198   0.0205    0.0208\n",
       "2025-07   0.0189   0.0199   0.0206    0.0208\n",
       "2025-08   0.0189   0.0202   0.0208    0.0211\n",
       "\n",
       "[164 rows x 4 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fixedincome.get_euribor_rates()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59d7aa3d",
   "metadata": {},
   "source": [
    "To get more information related to Government Bonds and Corporate Bonds, there are a variety of functions that are able to provide this information. For example, let's plot a couple of Government Bond Yields."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "94f81743",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'Government Bond Yields'}>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "government_bond_yields = fixedincome.get_government_bond_yield(short_term=False)\n",
    "\n",
    "government_bond_yields[\n",
    "    [\n",
    "        \"United States\",\n",
    "        \"Japan\",\n",
    "        \"Germany\",\n",
    "        \"China\",\n",
    "        \"United Kingdom\",\n",
    "    ]\n",
    "].plot(title=\"Government Bond Yields\", figsize=(12, 6), grid=True, linewidth=2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6206b7ca",
   "metadata": {},
   "source": [
    "Similarly, it is possible to plot the Corporate Bond Yields based on the ICE BofA Indices which are widely used as benchmarks to valuate fixed income portfolios. For example, it is possible to get the Option Adjusted Spread (OAS) for Corporate Bonds based on their rating."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "8615f3fd",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AAA</th>\n",
       "      <th>AA</th>\n",
       "      <th>A</th>\n",
       "      <th>BBB</th>\n",
       "      <th>BB</th>\n",
       "      <th>B</th>\n",
       "      <th>CCC</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2012-01-02</th>\n",
       "      <td>87.0</td>\n",
       "      <td>166.0</td>\n",
       "      <td>233.5</td>\n",
       "      <td>313.0</td>\n",
       "      <td>504.0</td>\n",
       "      <td>716.5</td>\n",
       "      <td>1325.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-01-03</th>\n",
       "      <td>87.0</td>\n",
       "      <td>165.0</td>\n",
       "      <td>232.0</td>\n",
       "      <td>311.0</td>\n",
       "      <td>498.0</td>\n",
       "      <td>706.0</td>\n",
       "      <td>1311.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-01-04</th>\n",
       "      <td>87.0</td>\n",
       "      <td>165.0</td>\n",
       "      <td>231.0</td>\n",
       "      <td>310.0</td>\n",
       "      <td>494.0</td>\n",
       "      <td>698.0</td>\n",
       "      <td>1306.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-01-05</th>\n",
       "      <td>88.0</td>\n",
       "      <td>165.0</td>\n",
       "      <td>231.0</td>\n",
       "      <td>309.0</td>\n",
       "      <td>493.0</td>\n",
       "      <td>698.0</td>\n",
       "      <td>1310.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-01-06</th>\n",
       "      <td>88.0</td>\n",
       "      <td>165.0</td>\n",
       "      <td>230.0</td>\n",
       "      <td>308.0</td>\n",
       "      <td>494.0</td>\n",
       "      <td>697.0</td>\n",
       "      <td>1308.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-09-02</th>\n",
       "      <td>33.0</td>\n",
       "      <td>46.0</td>\n",
       "      <td>68.0</td>\n",
       "      <td>103.0</td>\n",
       "      <td>186.0</td>\n",
       "      <td>307.0</td>\n",
       "      <td>814.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-09-03</th>\n",
       "      <td>32.0</td>\n",
       "      <td>45.0</td>\n",
       "      <td>67.0</td>\n",
       "      <td>102.0</td>\n",
       "      <td>182.0</td>\n",
       "      <td>302.0</td>\n",
       "      <td>806.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-09-04</th>\n",
       "      <td>31.0</td>\n",
       "      <td>44.0</td>\n",
       "      <td>66.0</td>\n",
       "      <td>100.0</td>\n",
       "      <td>178.0</td>\n",
       "      <td>298.0</td>\n",
       "      <td>805.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-09-05</th>\n",
       "      <td>31.0</td>\n",
       "      <td>44.0</td>\n",
       "      <td>66.0</td>\n",
       "      <td>100.0</td>\n",
       "      <td>179.0</td>\n",
       "      <td>295.0</td>\n",
       "      <td>803.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-09-08</th>\n",
       "      <td>32.0</td>\n",
       "      <td>45.0</td>\n",
       "      <td>66.0</td>\n",
       "      <td>101.0</td>\n",
       "      <td>179.0</td>\n",
       "      <td>297.0</td>\n",
       "      <td>801.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>3617 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "             AAA     AA      A    BBB     BB      B     CCC\n",
       "Date                                                       \n",
       "2012-01-02  87.0  166.0  233.5  313.0  504.0  716.5  1325.0\n",
       "2012-01-03  87.0  165.0  232.0  311.0  498.0  706.0  1311.0\n",
       "2012-01-04  87.0  165.0  231.0  310.0  494.0  698.0  1306.0\n",
       "2012-01-05  88.0  165.0  231.0  309.0  493.0  698.0  1310.0\n",
       "2012-01-06  88.0  165.0  230.0  308.0  494.0  697.0  1308.0\n",
       "...          ...    ...    ...    ...    ...    ...     ...\n",
       "2025-09-02  33.0   46.0   68.0  103.0  186.0  307.0   814.0\n",
       "2025-09-03  32.0   45.0   67.0  102.0  182.0  302.0   806.0\n",
       "2025-09-04  31.0   44.0   66.0  100.0  178.0  298.0   805.0\n",
       "2025-09-05  31.0   44.0   66.0  100.0  179.0  295.0   803.0\n",
       "2025-09-08  32.0   45.0   66.0  101.0  179.0  297.0   801.0\n",
       "\n",
       "[3617 rows x 7 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fixedincome.get_ice_bofa_option_adjusted_spread(maturity=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7a322d46",
   "metadata": {},
   "source": [
    "Or the Yield to Worst (YTW) which is the lowest potential yield that can be received on a bond without the issuer actually defaulting. This is a useful measure for investors who are concerned about the potential for a bond to be called before it matures."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "cffca3f8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: title={'center': 'ICE BofA Yield to Worst'}, xlabel='Date'>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fixedincome.get_ice_bofa_yield_to_worst(maturity=True).plot(\n",
    "    title=\"ICE BofA Yield to Worst\",\n",
    "    figsize=(12, 6),\n",
    "    grid=True,\n",
    "    linewidth=1,\n",
    ")"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "financetoolkit-rvLLqrVB-py3.12",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
